ABSTRACT
This
paper is concerned with the torque distribution problem
including slip limitation and actuator fault tolerance to
improve vehicle lateral stability and maneuverability of six-
wheeled skid-steered vehicles. The torque distribution
algorithm to distribute wheel torque to each wheel of a skid-
steered vehicle consists of an upper level control layer, a
lower level control layer and an estimation layer. The upper
level control layer is designed to obtain longitudinal net force
and desired yaw moment, while the lower level control layer
determines distributed driving and braking torques to six
wheels. The algorithm takes vehicle speed, slip ratio and tire
load information from the estimation layer, as well as
actuator fault information from each in-wheel motor
controller unit. Wheel torque command to each wheel is
determined to minimize allocation error for longitudinal net
force and desired yaw moment, to keep wheel slip ratio
below the limit value, and also to tolerate a failure of an in-
wheel motor. The maneuvering performance of the six-
wheeled and skid-steered vehicle with the proposed driving
controller for both on-road and off-road conditions has been
compared with a conventional vehicle via computer
simulations.
INTRODUCTION
The
six-wheeled skid-steered vehicle is being developed to
military purpose with the wide range of applications such as
logistics supports, surveillance and light combat operation.
Unlike the conventional Ackerman-steered wheeled vehicles,
the skid-steered vehicle system is not equipped with steeringlinkages. Instead, it is steered through differential traction
force
which is created from in-wheel motor at each wheel. On
the other hand, maneuverability on off-road surfaces for skid-
steered vehicle is better and the volume in the front hull is
almost the same as the rear hull. However, skid steering
reduces considerable life cycle of pneumatics particularly on
road and it shows quite poor driverability at high speed. Also
it needs more power than Ackerman steering.
In this research, torque distribution problem including slip
limitation, actuator fault tolerance and estimation problem is
presented to improve vehicle stability and maneuverability of
six-wheeled skid-steered vehicles. Many skid-steering control
methods have been studied and actively developed to
improve maneuverability of the skid-steered vehicle.
S.Golconda presented the steering controller of a six-wheeled
vehicle based on skid steering[1]. The steering controller
consists of a PID controller with two filters, a prediction filter
and a safely filter. J.T. Economou, R.E. Colyer proposed
fuzzy logic control of wheeled skid-steer electric vehicles[2].
W.
E. Dixon, et al., were investigated nonlinear control of
wheeled mobile robots[3]. Recently, J. Kang, et al., have been
designed a driving control algorithm based on skid steering
for a Robotic Vehicle with Articulated Suspension (RVAS).
[4] They designed a controller to optimize longitudinal tire
forces and to keep a slip ratio below a limit value as well as
to track the desired longitudinal tire force. However, their
optimal tire force distribution strategy considered a
magnitude vertical tire force and wheel slip control only and
those two factors could not be treated conjunctly. And also,
vehicle speed estimation problem was not mentioned though
Torque Distribution Algorithm of Six-Wheeled Skid-
Steered Vehicles for On-Road and Off-Road
Maneuverability2013-01-0628
Published
04/08/2013
Jaewon Nah and Kyongsu Yi
Seoul National Univ
Wongun Kim and Yeogiel
Yoon
Samsung Techwin
Copyright © 2013 SAE International
doi:10.4271/2013-01-0628Downloaded from SAE International by Univ of California Berkeley, Wednesday, August 01, 2018tire force distribution strategy needs vehicle speed
information.
In
this paper, a vehicle dynamic model using “TruckSim” is
described in the second section. The proposed driving control
algorithm and the simulation results are described in th
SAE_2013-01-0628_Torque Distribution Algorithm of Six-Wheeled Skid-Steered Vehicles for On-Road and Off-Road Maneuverability
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